id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-6441	Mudhesh, Mustafa; Arshad, Muhammad; Hussain, Aftab; Alsulami, Hamed	The Existence of Solutions for Second-order Differential Equations under Almost Fisher-Type Multivalued F-Contractions in Metric Spaces	2025	21	.pdf	application/pdf	7573	474	81	A map Γ : ∆ℜ → ∆ℜ is said to be an F -contraction if there exists τ ∈ R+ such that ∀ς1, ς2 ∈ ∆ℜ, d(Γς1,Γς2) > 0 ⇒ τ + F (Γς1,Γς2) ≤ F (d (ς1, ς2)), where ∆w is the family of functions F : R+ → R satisfying the assumptions below: (F1) A map Γ : ∆ℜ → ∆ℜ is called an almost Fisher- type F -contraction endowed with a Γ-transitive binary relation ℜ, If there exist τ ∈ R+, F ∈ ∆w and λ1, λ2, L ≥ 0 with λ1 + λ2 ≤ 1 such that for all (ς1, ς2) ∈ ℜ∗ = {(ς1, ς2) ∈ ℜ : ς1, ς2 ∈ ∆ℜ\Fix (Γ)} , we have τ + F (d(Γς1,Γς2))	cache/ejpam-6441.pdf	txt/ejpam-6441.txt